Evaluate the integral: (integral sign) (5 sin xcos xdx)

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Evaluate the integral: (integral sign) (5 sin xcos xdx)

Mathematics
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If you can show me how to make the integral notation, I'd be more than willing to run your questions into Maple 14.
this is do-able :)
use change of variable... u = sin(x) du=cos(x) dx dx = du/cos(x) 5 u cos(x) du ----------- cos(x) [S] 5u du

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Other answers:

5u^2 ---- + C 2 substitute the u = sin(x) 5sin(x)^2 -------- + C ; but check to see if I m right 2
Sorry, I know nothing. I'm just a freshman in high school. What are you saying when you write "(integral sign) (5 sin xcos xdx)"
its calculus
it means you want an equation that will derive down to "5sin(x)cos(x)"
Thanks guys! ^_^
was I right? :)
Yes you're right ^_^
yay!!! ..... that means im smart :) now whered I leave my keys......

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